Obile – Siemens MC55 User Manual

Page 106

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MC55 AT Command Set

5.1 AT+CPIN

s

m

obile

MC55_ATC_V01.05

Page 106 of 469

2/10/04

Confidential / Released

is an 8-digit device code associated to the IMEI number of the mobile which can only by obtained from the man-
ufacturer or provider. When needed, contact Siemens AG and request the Master Phone Code of the specific
module.
There are two ways to enter the Master Phone code:

• You can enter

AT+CPIN

=Master Phone Code,new password.

• You can use the

ATD

command followed by the GSM code *#0003*Master Phone Code#;.

Usually, the Master Phone Code will be supplied by mail or e-mail. If the received number is enclosed in the *#
codes typically used for the

ATD

option, it is important to crop the preceding *#0003* characters and the

appended #.
Example: You may be given the string *#0003*12345678#. When prompted for the PH-SIM PUK simply enter
12345678.
If incorrectly input, the Master Phone Code is governed by a specific timing algorithm: (n-1)*256 seconds (see
table below). The timing should be considered by system integrators when designing an individual MMI.

SIM locks:
These are factory set locks, such as "PF", "PN", "PU", "PP", "PC". An 8-digit unlocking code is required to operate
the mobile with a different SIM card, or to lift the lock. The code can only be obtained from the provider.
Failure to enter the password is subject to the same timing algorithm as the Master Phone Code (see Table
above).

Call barring:
Supported modes are "AO", "OI", "OX", "AI", "IR", "AB", "AG", "AC". If the call barring password is entered incor-
rectly three times, the client will need to contact the service provider to obtain a new one.

Summary of related chapters:
Related +CME errors are listed in

2.11.1

. For further instructions and examples see

AT+CLCK

,

AT^SLCK

,

AT+CPWD

and

AT^SPWD

. A complete list of *# codes is provided in

List of *# Codes

.

Number of failed attempts

Time to wait before next input is allowed

1st failed attempt

No time to wait

2nd failed attempt

4 seconds

3rd failed attempt

3 * 256 seconds

4th failed attempt

4 * 256 seconds

5th failed attempt

5 * 256 seconds

6th failed attempt and so forth

6 * 256 seconds and so forth

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